Image correction apparatus and image correction method

ABSTRACT

An image correction apparatus and method enable correcting an image so that the image is always discernible and at least text can be read regardless of user settings. A correction range that increases the gray level and a correction range that decreases the gray level are calculated for each image to calculate the correction range suitable for the particular image.

RELATED APPLICATIONS

Japanese patent application No. 2005-334994 is hereby incorporated by reference in its entirety.

BACKGROUND OF THE INVENTION

1. Field of the Invention

The present invention relates to an image correction apparatus and an image correction method for correcting gradation values in image data.

2. Description of the Related Art

A digital image is an image in which the value of each pixel is represented as a single sample, typically composed of shades of gray, varying from black at the weakest intensity to white at the strongest. Gray-scale images intended for visual display are typically stored with 8 bits per sampled pixels, thereby allowing 256 intensities (i.e. shades of gray, or gray-scale levels, or gray levels) to be recorded. A color image may be recorded, for example, with 24 bits per pixel, e.g. RGB (red, green, blue) 8:8:8. The terms “gray-scale level” and “gray level” will be used interchangeably herein.

Image correction methods that correct the gradation level (gray level) of digital images presented on a monitor or other type of image display device according to a user setting are known from the literature. Images can be corrected as needed by the user by adjusting the gray level of the value of the pixels forming the image. Various methods can be used to correct the brightness (value) information in digital images, and gamma correction is one method of correcting image brightness and contrast by adjusting the gamma curve. The gamma curve is a function representing the relationship between the gray level of the input signal on the x-axis and the gray level of the output signal on the y-axis. As shown in FIG. 10, for example, if the input signal on the x-axis and the output signal on the y-axis can range from 0 (dark) to 255 (light) and the gamma curve 50 is a ramp with a slope of 45°, the input value and the output value are the same and no gamma correction is applied. Image brightness and contrast can be precisely adjusted by adjusting this gamma curve.

Referring to FIG. 11 and Japanese Unexamined Patent Appl. Pub. 2005-77638, when the gamma curve 51 is in the domain under the ramp with a slope of 45° (such as when the gamma curve (called a “tone curve” in the cited application) is downwardly concave with a low slope on the low gray level side and a steep slope on the high gray level side), the range of gray scale values in the image is compressed into the low gray level domain and the overall image becomes darker. Conversely, when the gamma curve 52 is in the domain above the ramp (such as when the gamma curve is upwardly concave with a steep slope on the low gray level side and a gradual slope on the high gray level side), the range of gray scale values in the image expands into the high gray level domain and the overall image becomes brighter.

The gamma function f(x) gives the curve of the brightness correction afforded by the gamma curve. The gamma function resulting in the lowest image brightness (black) is f(x)=0 as denoted by curve (straight line in this instance) 53 in FIG. 12, and the gamma function resulting in the greatest image brightness (white) is f(x)=255 as denoted by curve (straight line in this instance) 54 in FIG. 12. However, if gamma correction ranges from f(x)=0-255 and gamma is set to f(x)=0, gray level 0 will be output for all input values, the output image will be the darkest displayable image, that is, completely black, and no image details will be discernible. Likewise, if gamma correction is set to f(x)=255, gray level 255 will be output for all input values, the output image will be the brightest displayable image, that is, completely white, and no image details will be discernible.

The correction range is therefore reduced to enable converting the input image to a usable output image and not output a completely black or a completely white image. More specifically, displaying a completely black or a completely white image is prevented by not applying gamma correction using specific functions including f(x)=0 and f(x)=255 indicated by the shaded areas (a) and (b) in FIG. 11.

However, when the correction range is limited as described above, the correction range (c) in FIG. 11 for brightening an image that is dark overall is the same size as the correction range (d) in FIG. 11 for darkening an image that is bright overall regardless of the actual image brightness level because the correction range is limited so that the center of the correction range is a simple line with a slope of 45°, even though the correction needed to brighten (darken) an image that is dark (light) overall is greater than the correction needed to darken (brighten) the image.

If the correction range for increasing image brightness and the correction range for decreasing image brightness are the same size, the correction process may needlessly brighten an image that is light overall (such as a source image that contains text) where the correction needed to further brighten the image is less than the correction needed to darken the image. More specifically, depending upon the user settings, conversion using a function f(x) that brightens the image more than the correction range that is actually appropriate to the image may be needlessly applied. This also applies to images that are dark overall. The resulting image may therefore not enable reading individual characters in a block of text, for example, due to image whiteout or blackout.

The image correction apparatus and image correction method of this invention enable correcting images so that image recognition, and particularly reading text in the image, is possible regardless of the user settings.

SUMMARY OF THE INVENTION

An image correction apparatus according to a first embodiment of the invention for correcting the gray level of pixels in an image includes a controller that computes a correction range for an image by separately calculating for the image a correction range for increasing the gray levels and a correction range for decreasing the gray levels.

Preferably, the controller determines the correlation between the gray levels before correction and the gray levels after correction, and computes the correction range so that the correlation when the gray levels increase and the correlation when the gray levels decrease are asymmetric.

Yet further preferably, the gray levels representing the pixels in the image include 256 gray levels ranging from 0 to 255 where the bit depth of each pixel is 8 bits. The controller calculates a statistical count of each of the 256 gray levels for a plurality of pixels, calculates a first total by accumulating the statistical counts starting from value 0 and a second total by accumulating the statistical counts starting from value 255, calculates a value for determining a correction range for increasing the gray levels and calculates a value for determining a correction range for decreasing the gray levels, calculates a correction range that decreases the gray level based on the value at which the first total exceeds the value for determining the correction range for increasing the gray levels, and calculates a correction range that increases the gray level based on the value at which the second total exceeds the value for determining the correction range for decreasing the gray level.

Yet further preferably, the value for determining a correction range for increasing the gray levels and the value for determining a correction range for decreasing the gray levels are acquired by weighting using the total from value 0 to 127 and the total from value 255 to 128.

An image correction method according to another embodiment of the invention has a first calculation step that calculates a correction range for increasing the gray levels and a correction range for decreasing the gray levels; and a second calculation step that calculates a correction range for the image based on the correction range for increasing the gray level and the correction range for decreasing the gray level that were calculated in the first calculation step.

Preferably, each pixel in the image can be represented by one of 256 gray levels ranging from 0 to 255 where the bit depth of each pixel is 8 bits, and the first calculation step calculates a statistical count of the 256 gray levels for a plurality of pixels, calculates a first total by accumulating the statistical counts starting from value 0 and a second total by accumulating the statistical counts starting from value 255, calculates a value for determining a correction range for increasing the gray levels and calculates a value for determining a correction range for decreasing the gray levels, calculates a correction range that decreases the gray level based on the value at which the first total exceeds the value for determining the correction range for increasing the gray levels, and calculates a correction range that increases the gray levels based on the value at which the second total exceeds the value for determining the correction range for decreasing the gray level.

Yet further preferably, the value for determining a correction range for increasing the gray levels and the value for determining a correction range for decreasing the gray levels are acquired by weighting using the total of value 0 to 127 and the total from value 255 to 128.

By separately calculating for each image a correction range that increases the gray level and a correction range that decreases the gray level, the correction range can be adjusted to the gray levels in the original image.

Furthermore, by calculating the correction range so that the curve on the side increasing the gray level and the curve on the side decreasing the gray level are asymmetrical, the correction range for increasing the gray level and the correction range for decreasing the gray level can be calculated according to the brightness (value) distribution in the original image.

Furthermore, because the correction range for decreasing (increasing) the gray level is calculated from brightness (value) information with a high (low) gray level when the gray level of the original image overall is high (low), a gamma range that is appropriate to the correction required by the original image can be calculated. More specifically, because the correction range that is not required by the original image is cut off and correction is limited to the required correction range, an image that is always readable can be output with no whiteout or blackout.

Furthermore, because the value for determining the correction range increasing the gray level and the value for determining the correction range decreasing the gray level are weighted before the correction range is determined, a correction range that is more appropriate to the original image data can be calculated even when the gray level of the original image is biased to a high gray level or a low gray level.

Other objects and attainments together with a fuller understanding of the invention will become apparent and appreciated by referring to the following description and claims taken in conjunction with the accompanying drawings.

BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 is a block diagram showing the control structure of a host computer and printer according to a preferred embodiment of the present invention.

FIG. 2A shows the image of a deposit slip (check) inserted to the printer of the preferred embodiment, and FIG. 2B shows an enlarged portion of the check.

FIG. 3 is a flow chart of the correction process executed by the host computer 1.

FIG. 4 is a flow chart of the process for calculating statistical counts of the gray levels and totaling the statistical counts.

FIG. 5 is a flowchart of the process for acquiring the correction range for brightening the image and the correction range for darkening the image.

FIG. 6 shows a histogram generated from the statistical counts of the gray levels from the check.

FIGS. 7A-7F show the luminance correction range defined by the resulting gamma curves.

FIG. 8A shows another example of a check inserted into the printer of the preferred embodiment, and FIG. 8B shows a portion of the check enlarged.

FIG. 9 shows the histogram generated from the statistical counts of the gray levels from the check shown in FIG. 8.

FIG. 10 shows a gamma curve when no image correction is applied.

FIG. 11 shows the gamma curves for f(x)=0 and f(x)=255.

FIG. 12 shows the gamma curves defining the correction range of the related art.

DESCRIPTION OF THE PREFERRED EMBODIMENTS

Preferred embodiments of an image correction apparatus and image correction method according to the present invention are described below with reference to the accompanying figures using by way of example a host computer connected to a printer that has an image reading function.

Internal Arrangement of the Host Computer and Printer

FIG. 1 is a block diagram showing the general structure of the host computer 1 and printer 10 according to this embodiment of the invention.

The printer 10 in this embodiment of the invention is a hybrid printer that can print on both the front and back sides of slips such as checks and can also print on roll paper for issuing sales receipts, for example. The printer 10 is in communication with an external host computer 1, and operates according to commands received from the host computer 1 to print and scan images.

The host computer 1 also executes processes based on data output by the printer 10 and received through the communication interface 2 from the printer 10.

A scanner 8 located in a slip transportation path (not shown) in printer 10 scans checks conveyed through the slip transportation path. A data transmitter 9 then outputs the captured image data to the host computer 1.

The host computer 1 includes a receive buffer 3, a gray level controller 5, a correction range controller 6, a display 7, and a main controller 4 that controls host computer 1 operation. The communication interface 2 is an interface enabling communication with the printer 10. All image data received from the printer 10 and all data sent from the host computer 1 to the printer 10 passes through this communication interface 2. The receive buffer 3 is a temporary storage for temporarily storing image data sent by the data transmission unit 9 of the printer 10.

The gray level controller 5 calculates statistical counts of the gray levels of the pixels in the image scanned by the scanner 8, and calculates a total of these statistical counts. The gray level of a pixel will be used in the present invention for lightening an image and for darkening the image. Each pixel in this embodiment is represented by eight bits and thus can be represented by one of 256 gray levels, ranging from 0 to 255.

The correction range controller 6 calculates the correction range for increasing image brightness (brightening the image) and the correction range for decreasing image brightness (darkening the image) based on the gray levels received from the gray level controller 5. The correction range for increasing image brightness and the correction range for decreasing image brightness do not have the same area in this invention, and the correction ranges are more particularly calculated so that the content of the image data presented on the display 7 is discernible regardless of the user setting. The display 7 displays image data corrected within these correction ranges.

The main controller 4 is the central controller of the host computer 1 and includes the gray level controller 5 and correction range controller 6, which execute specific operations. The main controller 4 controls certain operations of the host computer 1 based on the results of calculations performed by the gray level controller 5 and correction range controller 6. In this embodiment the controller 4 also corrects the image data within the correction range calculated by the correction range controller 6 and displays the corrected image data on the display 7.

Image Correction Process

The general image correction process executed by the host computer 1 in this embodiment of the invention is described next with reference to FIG. 2, FIG. 3, and Tables 1 to 3. Tables 1 to 3 are appended to the end of the specification.

FIG. 2A shows a typical deposit slip (check) 20 that is inserted into the printer 10, and FIG. 2B shows an enlarged portion 21 of the check in FIG. 2A.

FIG. 3 is a flow chart of the image correction process executed by the host computer 1 in this embodiment.

Tables 1 to 3 show the statistical count A that is calculated for the 256 gray levels 0 to 255 in the image data of the check 20, cumulative totals B1 and B2, and values C1 and C2 for determining the correction range. Note that images in this embodiment are represented using an 8-bit 256-level gray scale ranging from 0 (dark (black)) to 255 (bright (white)). The gray level is referred to a “luminance level” in the tables.

The invention can also be applied to color images. If color images are processed, the color image data is preferably first converted to gray scale image data where BW=0.2999R+0.587G+0.114B, and the gray scale image data is then processed.

When a user inserts a check 20 into the insertion slot (not shown) of the printer 10, the scanner 8 scans the check 20 and the data transmission unit 9 sends the captured image data to the host computer 1. As shown in FIG. 2B, the scanner 8 resolves the check 20 image to R pixels as defined by a preset image resolution R and reads the gray level (the luminance value of pixel 22 shown in FIG. 2B is 254) of the R pixels to convert the scanned image to image data.

When image data is received through the communication interface 2 (step S1 returns Yes), the host computer 1 temporarily stores the image data in the receive buffer 3. The gray level controller 5 then calculates statistical counts for each of the 256-level gray scale levels for all pixels, and adds the calculated statistical counts to calculate the total (step S2).

This embodiment is described as calculating statistical counts of each gray level for every pixel in the check 20 image where resolution R=162,074. It is not always necessary to acquire the gray level for all pixels, however, as long as there are enough gray levels to determine a uniform statistical distribution of gray levels in the entire image. For example, pixels in the check 20 image could be sampled in a checkered pattern to acquire the gray level of every other pixel instead of every pixel.

The correction range controller 6 then calculates a correction range for brightening the image and a correction range for darkening the image based on the statistical counts of the 256 gray levels (step S3 and step S4), and calculates a luminance correction range. The controller 4 then corrects the image data in the calculated correction range according to the user-defined luminance setting, and displays the image on the display 7 (step S5). Note that steps S3 and S4 can be reversed so that the correction range for darkening the image is calculated before the correction range for brightening the image.

Process for Acquiring Statistical Counts for the Gray Level

The process for calculating the totals of the gray levels in step S2 in FIG. 3 is described next with reference to FIG. 4, FIG. 6, and Tables 1 to 3. FIG. 4 is a flow chart of the process for calculating statistical count A and total B1 (B2). FIG. 6 shows a histogram generated from the statistical counts of the gray levels from the check 20. Tables 1 to 3 show the statistical count A that is calculated for every n luminance (gray) level ranging from 0 to 255, cumulative totals B1 and B2, and values C1 and C2 for determining the correction range.

The gray level controller 5 reads the 8-bit gray level (luminance value) of the first pixel (x=1) read from the gray levels for the R=162,074 pixels stored in the receive buffer 3 to acquire gray level n (steps S11, S12). The counter for the gray level n of the first pixel in gray level 0-255 is then increased by 1. The gray level n of the pixel read second (x=x+1=2) is then acquired and the counter for the gray level n of this second pixel is incremented 1 (step S14 returns No, step S15, step S12, step S13). For example, because the gray level n of pixel 22 in FIG. 2 (b) is 254, a bright gray level, the gray level controller 5 increments the counter (not shown) for gray level 254 (of gray levels 0 to 255) corresponding to the gray level n of pixel 22 by one. As a result, the statistical count A for gray level n=254 in Table 1 is increased by 1.

Once these steps repeat and statistical count A (that is, the count) is obtained from the gray level for all pixels (when x=R), statistical count A is accumulated sequentially from gray level n=0 (black) to gray level n=127 to calculate total B1 (the left side of Tables 1, 2, and 3, beginning with Table 1). Total B2 (the right side of Tables 1, 2, and 3, beginning with Table 3) is likewise calculated by accumulating statistical count A sequentially from gray level n=255 (white) to gray level n=128 (step S14 returns Yes, step S16).

As shown by the histogram in FIG. 6, if the gray levels 0 (black) to 255 (white) are plotted on the x-axis and statistical count A is on the y-axis, there is substantially no dark gray level, the curve starts to rise from approximately gray level n=230, and the curve peaks at gray level n=254. This means that the image data for the check 20 overall contains little dark gray levels and contains mostly bright gray levels.

Acquiring the Correction Range for Brightening the Image and the Correction Range for Darkening the Image

Step S3 in FIG. 3 for determining the correction range for brightening the image and step S4 for determining the correction range for darkening the image are described in further detail below with reference to FIG. 5 and Tables 1 to 3. FIG. 5 is a flow chart describing the process for determining the correction range for brightening the image or correction range for darkening the image.

Step S3 for acquiring the correction range for brightening the image is described first.

The correction range controller 6 calculates value C1 for acquiring the correction range for brightening the image (step S21). This value C1 for acquiring the correction range for brightening the image can be calculated using the following equation. C1=(128−n)*B1/128

where n is the gray level (0<=n<=127) and B1 is the cumulative total for n.

The gray level n where B1>C1 is then stored (step S22 returns Yes).

As indicated by arrow X in Table 2, the gray level n where B1>C1 in the image of check 20 is n=80, and the value 80 is therefore stored.

The correction range value L1 for increasing image brightness from the stored gray level n is then calculated (step S23). The correction range value L1 for increasing image brightness can be calculated using the following equation. L1=128−n

where n is the gray level at which B1>C1.

In the check 20 image in this example L1=128−80=48 is obtained as the correction range value for brightening the image. The resultant correction range for brightening the image is expressed in gray value levels as 128<=n<=176 (176=128+48). Thus, for this generally bright image, the brightening range does not extend to gray level values at the brightest end of the scale.

The value C2 for determining the correction range for darkening the image can be determined using the following equation. C2=(n−127)*B2/128

where n is the gray level (128<=n<=255) and B2 is the cumulative total for n.

The gray level n where B2>C2 is then stored.

As indicated by arrow Y in Table 1, B2>C2 at gray n=233 in the image of this check 20, and the value 233 is therefore stored.

The correction range value L2 for darkening the image can be calculated as follows. L2=n−127

where n is the gray level at which B2>C2.

In the check 20 image in this example L2=233−127=106 is obtained as the correction range value for darkening the image. The resultant correction range for darkening the image is expressed in gray value levels as 21<=n<=127 (21=128−106). Thus, for this generally bright image, the darkening range does not extend to gray level values at the darkest end of the scale.

In this embodiment of the invention the value C1 for determining the correction range for brightening the image is weighted by the cumulative total for low gray levels n=0 to 127, the value C2 for determining the correction range for darkening the image is weighted by the cumulative total for high gray levels n=255 to 128, and the average is then calculated. As a result, a correction range that more appropriately reflects the actual image data read can be determined even if the scanned image contains a biased gray level distribution with mostly bright gray level as shown by the histogram in FIG. 6.

By thus separately calculating the correction range value L1 for brightening the image from the cumulative total of the dark gray levels n=0 to 127, and the correction range value L2 for darkening the image from the cumulative total of the bright gray levels n=255 to 128, the correction range for brightening the image is reduced (from the maximum, brightest, gray level value 255) and the correction range for darkening the image is increased (from the minimum, darkest, gray level value 0) when the scanned image is light overall, and a correction range appropriate to the correction required for the image of the check 20 can be calculated. More specifically, because the correction range that is unsuitable for the check 20 image is dropped and correction is limited to the appropriate correction range, a readable image can be consistently presented without whiteout or blackout.

FIG. 7 shows the gamma curves of the luminance correction range acquired from this process with the gray level input values on the x-axis and the output values of the corrected gray level on the y-axis. FIG. 7A shows the gamma curve 31 when the image correction value set by the user using the host computer 1 is 127, FIG. 7B shows the curve 32 when the image correction setting is 192, FIG. 7C shows the curve 33 when the image correction setting is 255, FIG. 7D shows the curve 34 when the image correction setting is 64, FIG. 7E shows the curve 35 when the image correction setting is 0, and FIG. 7F shows the curves when the gamma correction curves for image correction settings of 0 and 255 are plotted together.

As shown in FIG. 7F, by separately calculating the correction range VALUE L1 for brightening the image and the correction range VALUE L2 for darkening the image, the gamma curve 33 for a correction setting of 0 and the gamma curve 35 for a correction setting of 255 defining the correction range 36 are asymmetric.

As described above, by removing more of the correction range that results in excessive image brightness than the correction range that results in excessive image darkness when the scanned image is light overall, a usable readable image can be consistently displayed without causing whiteout regardless of the correction level set by the user as shown in FIGS. 7A, B, and C. Likewise, by removing more of the correction range that results in excessive image darkness than the correction range that results in excessive image brightness when the scanned image is dark overall, a usable readable image can be consistently displayed without causing blackout regardless of the correction level set by the user.

Because the statistical counts of the gray level are biased in this example, the value C1 for determining the correction range for brightening the image and the value C2 for determining the correction range for darkening the image are weighted by totals B1 and B2, respectively, before taking the average, but other calculation methods can be used instead.

For example, if the check 40 is dark overall as shown in FIG. 8A and the luminance level n of pixel 42 is a dark gray level of 10 as shown in FIG. 8B, in the group of counters (not shown) for gray levels n=0 to 255 the gray level controller 5 increments the counter for n=10 by one (step S13), and the histogram generated from the counts of the gray level for all pixels (step S14 returns Yes) appears as shown in FIG. 9.

If the gray levels 0 (dark) to 255 (bright) are on the x-axis and the statistical count totals are on the y-axis, there is substantially no dark gray level, the peak is at an intermediate luminance level between n=127 and n=140, and the curve gradually decreases from luminance level n=140 to n=255. When the distribution of statistical counts is not particularly biased and the distribution is wide, the simple average can be taken.

More specifically, the correction range controller 6 can calculate the value C1 for determining the correction range for brightening the image as follows. C1=E1/10

where E1 is the sum of all n=0 to 127.

The luminance level n at which B1>C1 where B1 is the total for a given n is then stored.

The correction range controller 6 can calculate the value C2 for determining the correction range for darkening the image as follows. C2=E2/10

where E2 is the sum of all n=255 to 128.

The luminance level n at which B1>C1 where B1 is the total for a given n is then stored.

This embodiment of the invention is described using a pixel depth of 8 bits and 256 gray levels, but the invention is not so limited and can be used with an m-bit pixel depth, that is, 2^(m) gray levels. In this case a first total accumulated from 0 and a second total accumulated from 2^(m−1) are calculated. Further preferably, the totals from 0 to 2^(m−1)−1 and from 2^(m)−1 to 2^(m−1) are used for weighting.

While the invention has been described in conjunction with several specific embodiments, it is evident to those skilled in the art that many further alternatives, modifications and variations will be apparent in light of the foregoing description. Thus, the invention described herein is intended to embrace all such alternatives, modifications, applications and variations as may fall within the spirit and scope of the appended claims.

TABLES 1 n A n A LUMINANCE STATISTICAL B1 LUMINANCE STATISTICAL B2 LEVEL COUNT TOTAL C1 LEVEL COUNT TOTAL C2 0 0 0 8839.0 250 0 0 153235.0 1 0 0 8769.9 254 70309 70309 152037.9 2 0 0 8700.9 253 4183 74492 150840.7 3 0 0 8631.8 252 4110 78602 149643.6 4 0 0 9562.8 251 447 79049 148446.4 5 0 0 8493.7 250 4177 83226 147249.3 6 0 0 8424.7 249 4201 87427 146052.1 7 0 0 8355.6 248 2254 89681 144855.0 8 0 0 8286.6 247 2743 92424 143657.8 9 0 0 8217.5 246 3770 9194 142460.7 10 0 0 8148.5 245 3058 99252 141263.5 11 0 0 8079.4 244 2691 101943 140066.4 12 0 0 8010.3 243 3210 105153 138869.2 13 0 0 7941.3 242 2754 107967 137672.1 14 0 0 7872.2 241 2719 110626 136474.9 15 0 0 7803.2 240 2826 113452 135277.8 16 0 0 7734.1 269 2519 115971 134080.6 17 0 0 7665.1 238 2247 118218 132883.5 18 0 0 7596.0 237 2241 120459 131686.3 19 0 0 7527.0 236 2450 122909 130489.2 20 0 0 7457.9 235 1898 124807 129292.0 21 0 0 7388.9 234 1667 126474 128094.9 22 0 0 7319.8 233 1790 128264 126897.7

Y 23 0 0 7250.7 232 1626 129890 125700.6 24 0 0 7181.7 231 1438 131328 124503.4 25 0 0 7112.6 230 1199 132527 123306.3 26 0 0 7043.6 229 1163 133690 122109.1 27 0 0 6974.5 228 1136 134826 120912.0 28 0 0 6900.5 227 947 135773 119714.8 29 0 0 6834.4 226 817 136590 118517.7 30 0 0 6767.4 225 851 137441 117320.5 31 0 0 6698.3 224 779 138220 116123.4 32 0 0 6629.3 223 710 138930 114926.3 33 0 0 6560.2 222 572 139502 113729.1 34 1 1 6491.1 221 657 140159 112532.0 35 2 3 6422.1 220 464 140623 111334.8 36 2 5 6353.0 219 511 141134 110137.7 37 1 6 6284.0 218 449 141583 108940.5 38 9 15 6214.9 217 409 141992 107743.4 39 5 20 6145.9 216 323 142315 106546.2 40 7 27 6076.8 215 387 142702 105349.1 41 29 56 6007.8 214 298 143000 104151.9 42 28 84 5938.7 213 26 143276 102954.8 43 14 98 5869.6 212 264 143540 101757.6 44 33 131 5800.6 211 250 143790 100560.5 45 51 182 5731.5 210 235 144025 99363.3 46 49 231 5662.5 209 227 144252 98166.2 47 57 288 5593.4 208 180 144432 96969.0 48 92 380 5524.4 207 207 144639 95771.9 49 54 434 5455.3 206 179 144808 74574.7

TABLES 2 n A n A LUMINANCE STATISTICAL B1 LUMINANCE STATISTICAL B2 LEVEL COUNT TOTAL C1 LEVEL COUNT TOTAL C2 50 89 523 5386.3 205 163 144981 93377.6 51 83 606 5317.2 204 157 145138 92180.4 52 88 694 5248.2 203 131 145269 90983.3 53 108 802 5179.1 202 174 145443 89786.1 54 111 913 5110.0 201 136 145579 88589.0 55 61 974 5041.0 200 151 145730 87391.8 56 156 1130 4971.9 199 135 145865 86194.7 57 136 1266 4902.9 198 128 145993 84997.5 58 75 1341 4833.8 197 160 146153 93800.4 59 118 1459 4764.8 196 113 146266 82603.2 60 116 1575 4695.7 195 106 146372 81406.1 61 95 1670 4626.7 194 100 146472 80208.9 62 103 1773 4557.6 193 120 146592 79011.8 63 106 1879 4488.6 192 106 146698 77814.6 64 83 1962 4419.5 191 131 146829 76617.5 65 99 2061 4350.4 190 77 146906 75420.4 66 104 2165 4281.4 189 110 147016 74223.2 67 78 2243 4212.3 188 90 147106 73026.1 68 84 2327 4143.3 187 99 147205 71828.9 69 91 2418 4074.2 186 107 147312 70631.8 70 88 2506 4005.2 185 97 147409 69434.6 71 104 2610 3936.1 184 88 147497 68237.5 72 92 2702 3867.1 183 98 147595 67040.3 73 101 2803 3798.0 182 101 147696 65843.2 74 93 2896 3729.0 181 95 147791 64646.0 75 90 2986 3659.9 180 89 147880 63448.9 76 96 3082 3590.8 179 120 147800 62251.7 77 87 3169 3521.8 178 101 148101 61054.6 78 103 3272 3452.7 177 102 148203 59857.4 79 101 3373 3383.7 176 78 148281 58660.3 X→ 80 113 3486 3314.6 175 97 148378 57463.1 81 78 3564 3245.6 174 87 148465 56266.0 82 93 3657 3176.5 173 93 148558 55068.8 83 119 3776 3107.5 172 90 148648 53871.7 84 122 3898 3038.4 171 105 148753 52674.5 85 112 4010 2969.4 170 78 148831 51477.4 86 78 4088 2900.3 169 87 148918 50280.2 87 93 4181 2831.2 168 84 149002 49083.1 88 144 4325 2762.2 167 81 149083 47885.9 89 105 4430 2693.1 166 100 149183 46688.8 90 116 4546 2624.1 165 91 149274 45491.6 91 150 4696 2555.0 164 84 149358 44294.5 92 127 4823 2486.0 163 111 149469 43097.3 93 109 4932 2416.9 162 109 149578 41900.2 94 159 5091 2347.9 161 96 149674 40703.0 95 122 5213 2278.8 160 122 149796 39505.9 96 115 5328 2209.8 159 119 149915 38308.8 97 133 5461 2140.7 158 88 150003 37111.6 98 141 5602 2071.6 157 121 150124 35914.5 99 123 5725 2002.6 156 119 150243 34717.3

TABLES 3 n A n A LUMINANCE STATISTICAL B1 LUMINANCE STATISTICAL B2 LEVEL COUNT TOTAL C1 LEVEL COUNT TOTAL C2 100 119 5844 1933.5 155 124 150367 33520.2 101 119 5963 1864.5 154 98 150465 32323.0 102 120 6083 1795.4 153 107 150572 31125.9 103 114 6197 1726.4 152 124 150696 29928.7 104 130 6327 1657.3 151 108 150804 28731.6 105 92 6419 1588.3 150 101 150905 27534.4 106 127 6546 1519.2 149 119 151024 26337.3 107 136 6682 1450.1 148 119 151143 25140.1 108 100 6782 1381.1 147 115 151258 23943.0 109 102 6884 1312.0 146 113 151371 22745.8 110 117 7001 1243.0 145 106 151477 21548.7 111 84 4085 1173.9 144 98 151575 20351.5 112 122 7207 1104.9 143 106 151681 19154.4 113 110 7317 1035.8 142 111 151792 17957.2 114 89 7406 966.8 141 108 151900 16760.1 115 94 7500 897.7 140 100 152000 15562.9 116 105 7605 828.7 139 117 152117 14365.8 117 88 7693 759.6 138 87 152204 13168.6 118 106 7799 690.5 137 95 152299 11971.5 119 118 7919 621.5 136 109 152408 10774.3 120 99 8016 552.4 135 106 152514 95772 121 90 8106 483.4 134 108 152662 8380.0 122 128 8234 414.3 133 99 152721 7182.9 123 101 8335 345.3 132 120 152841 5985.7 124 82 8417 276.2 131 109 152950 4788.6 125 131 8548 207.2 130 83 153033 3591.4 126 77 8625 138.1 129 127 153160 2394.3 127 214 8839 69.1 128 75 153235 1197.1 

1. An image correction apparatus for correcting gray levels representing pixels in an image, comprising: a controller that computes a correction range for the image by separately calculating for the image a correction range for correctively increasing the gray levels and a correction range for correctively decreasing the gray levels; and wherein each pixel in the image is represented by one of 2^(m) gray levels ranging from 0 to 2^(m)−1 where a bit depth of each pixel is m bits; and the controller calculates a statistical count of each of the 2^(m) gray levels representing a plurality of pixels in the image, calculates a first total by accumulating the statistical counts starting from gray level 0 and a second total by accumulating the statistical counts starting from gray level 2^(m)−1, calculates a value for determining a correction range for increasing the gray level and calculates a value for determining a correction range for decreasing the gray level, calculates a correction range that decreases the gray level based on the value at which the first total exceeds the value for determining the correction range increasing the gray level, and calculates a correction range that increases the gray level based on the value at which the second total exceeds the value for determining the correction range decreasing the gray level.
 2. The image correction apparatus described in claim 1, wherein the value for determining a correction range for increasing the gray levels and the value for determining a correction range for decreasing the gray levels are acquired by weighting using the total from value 0 to 2^(m−1)−1 and the total from value 2^(m)−1 to 2^(m−1).
 3. An image correction method for an image correction apparatus for correcting gray levels representing pixels in an image, comprising the steps of: first, calculating a correction range for increasing the gray levels and a correction range for decreasing the gray levels; and second, calculating a correction range for the image based on the correction range for increasing the gray level and the correction range for decreasing the gray level that were calculated in the first calculating step; and wherein the gray levels of the pixels in the image include 2^(m) gray levels ranging from 0 to 2^(m)−1, where a bit depth of each pixel is m bits, and the first calculating step includes: calculating a statistical count for each of the 2^(m) gray levels representing a plurality of pixels, calculating a first total by accumulating the statistical counts starting from value 0 and a second total by accumulating the statistical counts starting from value 2^(m)−1, calculating a value for determining a correction range for increasing the gray levels and calculates a value for determining a correction range for decreasing the gray levels, calculating a correction range that decreases the gray levels based on the value at which the first total exceeds the value for determining the correction range for increasing the gray level, and calculating a correction range that increases the gray levels based on the value at which the second total exceeds the value for determining the correction range for decreasing the gray levels.
 4. The image correction method described in claim 3, wherein the value for determining a correction range for increasing the gray levels and the value for determining a correction range for decreasing the gray levels are acquired by weighting using the total from value 0 to 2^(m−1)−1 and the total from value 2^(m)−1 to 2^(m−1).
 5. An image correction apparatus for correcting gray levels representing pixels in an image, comprising: a controller that computes a correction range for the image by separately calculating for the image a correction range for correctively increasing the gray levels and a correction range for correctively decreasing the gray levels; and wherein the controller determines a correlation between the gray levels before correctively increasing and the gray levels after correction, and a correlation between the gray levels before correctively decreasing and the gray levels after correction, and computes the correction range so that the correlation when the gray levels increase and the correlation when the gray levels decrease are asymmetric. 